posted by .

Is the sqrt2 over 8 rational or irrational? I believe it is irrational.

  • Algebra -

    I also need to know why.

  • Algebra -

    your belief is correct

    the reason is because √2 is irrational
    ... all non-integer roots of integers are irrational

  • Algebra -

    I meant that it is the sqrt2 of 2 of 8 it is only the 2 that is sqrt2. This being said is what you say still true?

  • Algebra -

    if this is what you mean ... (√2) / 8

    then you're good

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. irrational numbers?!

    what are rational and irrational numbers?
  2. Algebra

    If a number is not a rational number then it is a?
  3. Math

    Are there more rational or irrational numbers?
  4. math

    What is the best sequence of names to identify this set of numbers?
  5. math- please help

    What is the best sequence of names to identify this set of numbers?
  6. Math

    Name ALL sets of numbers to which each number belongs Real Rational Irrational Integer Whole Natural 0 Whole Integer Square root of 5 Irrational -80 Integer 12/3 Rational square root of 100 Irrational square root of 4 Irrational 3pi …
  7. Math

    In the question: a rational number plus an irrational number will be ____ a. irrational b real c. rational d. A and B I know it is irrational but would it also be real since irrational numbers are real?
  8. Math

    1. Is square root of negative 10 irrational or rational?
  9. Math

    Will the values described in each situation be rational or irrational?
  10. Algebra

    Which of the following statements is false?

More Similar Questions